{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "cedc6fab",
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import os\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.animation as animation\n",
    "from IPython.display import HTML,display,Image\n",
    "from moviepy.video.compositing.CompositeVideoClip import clips_array\n",
    "\n",
    "def f_show(frame):\n",
    "    plt.axis(\"off\")\n",
    "    plt.imshow(frame)\n",
    "    plt.show()\n",
    "\n",
    "def clips_show(clips, t=15):\n",
    "    f_show(clips_array([clips]).get_frame(t))\n",
    "\n",
    "def pre_show_clip(clip):\n",
    "    plt.subplot(221), plt.imshow(clip.get_frame(5)), plt.axis(\"off\")\n",
    "    plt.subplot(222), plt.imshow(clip.get_frame(15)), plt.axis(\"off\")\n",
    "    plt.subplot(223), plt.imshow(clip.get_frame(30)), plt.axis(\"off\")\n",
    "    plt.subplot(224), plt.imshow(clip.get_frame(45)), plt.axis(\"off\")\n",
    "    plt.show()\n",
    "\n",
    "def display_video(clip, jump=5):\n",
    "    t = 0\n",
    "    frame_lists = []\n",
    "    fig = plt.figure()\n",
    "\n",
    "    while t < clip.end:\n",
    "        frame = clip.get_frame(t)\n",
    "        plt.axis(\"off\")\n",
    "        frame_lists.append([plt.imshow(frame)])\n",
    "        t += jump\n",
    "\n",
    "\n",
    "    # interval:每一帧显示多久  repeat_delay：全部播放完毕后多久重放\n",
    "    ani = animation.ArtistAnimation(fig, frame_lists, interval=500, blit=True, repeat_delay=1000)\n",
    "    # ani.save(\"movie.mp4\")\n",
    "    display(HTML(ani.to_html5_video()))\n",
    "\n",
    "from moviepy.editor import VideoFileClip\n",
    "video_path = \"dde-introduction.mp4\"\n",
    "video_clip = VideoFileClip(video_path)\n",
    "\n",
    "import moviepy.video.fx.all as vfx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "afd2d8fe",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# 颜色相关的变换函数"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a1fa6e11",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "67.16\n"
     ]
    }
   ],
   "source": [
    "# blackwhite函数用于将剪辑变成灰度剪辑，也就是将剪辑中的彩色像素灰度化。\n",
    "changed = vfx.blackwhite(video_clip)\n",
    "clips_show([video_clip, changed])\n",
    "print(video_clip.duration)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "cdf73681",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# colorx函数函数是将剪辑中每个帧的每个像素的RGB值与参数factor相乘，使得明度增大（参数factor大于1）或降低（参数factor小于1）。\n",
    "changed = vfx.colorx(video_clip, 2)\n",
    "clips_show([video_clip, changed])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "cdbf4ac9",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# fadein、fadeout函数\n",
    "# fadein函数使剪辑在开始播放后的指定时间内从某种颜色（默认为黑色）逐渐显示出来。fadeout使剪辑在剪辑快结束前的指定时间内逐渐淡隐于某种颜色（默认为黑色）。两个函数不改变剪辑的总时长。\n",
    "\n",
    "# 这2个函数也可以用于遮罩，不过初始颜色必须取值为0-1之间的浮点数。\n",
    "\n",
    "# fadein(clip, duration, initial_color=None)\n",
    "# fadeout(clip, duration, final_color=None)\n",
    "\n",
    "changed = vfx.fadein(video_clip, 1)\n",
    "clips_show([video_clip, changed], t=0.3)\n",
    "clips_show([video_clip, changed], t=0.9)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "cce1e98e",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# gamma_corr\n",
    "# gamma_corr函数用于对屏幕图像的色彩进行gamma修正\n",
    "# 参数gamma为修正的gamma值，典型的Gamma值是0.45，它会使CRT的影像亮度呈现线性。\n",
    "changed = vfx.gamma_corr(video_clip, 0.45)\n",
    "clips_show([video_clip, changed])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "f566e39a",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# invert_colors\n",
    "# invert_colors将像素对应颜色进行反转，具体反转方式为，对于标准剪辑，采用255减各RGB的值，对于遮罩剪辑，采用1.0减原值。颜色反转又称为负片转换。\n",
    "changed = vfx.invert_colors(video_clip)\n",
    "clips_show([video_clip, changed])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "97382230",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# lum_contrast\n",
    "# lum_contrast函数用于对剪辑的亮度对比度（luminosity-contrast ）进行校正，亮度也即明度\n",
    "#  lum：亮度要增加或减少的值，建议为-255 到255之间的浮点数，但函数未进行限制，理论上任何值都可以\n",
    "# contrast：对比度，对比度调整可能会使得画面中部分场景看不清，该怎么调整需要结合图像本身的情况来设定，函数未对该值进行限定，但过大的数可能导致画面失衡的概率大增\n",
    "# contrast_thr：这个参数moviepy未进行解释，老猿是认为对比度调整的一个基准值，老猿建议使用缺省值127\n",
    "changed = vfx.lum_contrast(video_clip,-20,-20)\n",
    "clips_show([video_clip, changed])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "e2d08a1a",
   "metadata": {
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# mask_color\n",
    "# mask_color函数用于将一个剪辑自身进行变换后变成原剪辑的遮罩，当原剪辑与其他剪辑合成时，可以根据遮罩的透明度来确认其他剪辑的显示情况。\n",
    "# mask_color(clip, color=None, thr=0, s=1)\n",
    "#  color、thr和s都是将将标准剪辑变遮罩的运算因子，color是RGB颜色三元组，thr和s没有限制取值范围，但老猿建议thr、s都大于等于0\n",
    "changed = vfx.mask_color(video_clip)\n",
    "clips_show([video_clip, changed])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "17f133c2",
   "metadata": {
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 时间相关的变换函数\n",
    "\n",
    "- freeze\n",
    "freeze函数用于将指定时刻位置的帧延时显示freeze_duration秒，剪辑的整体时长也增加了freeze_duration秒。\n",
    "\n",
    "```python\n",
    "freeze(clip, t=0, freeze_duration=None, total_duration=None, padding_end=0)\n",
    "```\n",
    "\n",
    "- freeze_region\n",
    "freeze_region函数主要用于将剪辑中指定屏幕范围内容固定为参数指定的某个时刻的内容，它包括三种形式的设定：\n",
    "等待后续完善：https://blog.csdn.net/LaoYuanPython/article/details/107073165"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
